ISI 2015 PEA Answer Key

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Re: ISI 2015 PEA Answer Key

nishtha92
Thank you Akash.

On Wed, Apr 27, 2016 at 7:25 PM, Akash [via Discussion forum] <[hidden email]> wrote:
18. The domain in the second region will be a subset of first part. Thus, all its points would have been considered in first region's analysis too. So, optimum in second is less than equal to optimum in first.

14. It is given that this is true for all values of a, b,c. Thus take a=1 b=2 and c=1. The value of k evaluated from all three options will not lie between 1 and 2. Thus, none of these


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Re: ISI 2015 PEA Answer Key

varnika1880
Plz help with q24
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Re: ISI 2015 PEA Answer Key

Naveen Yadav
Here as P(X=2)=1
E(X)=2
so, E(X-E(X))^2n= E(2-2)^2n=0
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Re: ISI 2015 PEA Answer Key

shruti malhotra
can someone,help me with q.20
thanks.
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Re: ISI 2015 PEA Answer Key

Seecha
In reply to this post by onionknight
Ques. 27 ... I m getting (c) answer
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Re: ISI 2015 PEA Answer Key

Seecha
In reply to this post by Amit Goyal
How you solved question no. 30??
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Re: ISI 2015 PEA Answer Key

Seecha
In reply to this post by Amit Goyal
??
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Re: ISI 2015 PEA Answer Key

Spirit1011
In reply to this post by Amit Goyal
is q5 answer right? shouldnt a,b and c all should be zero?
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Re: ISI 2015 PEA Answer Key

Spirit1011
In reply to this post by Amit Goyal
how to solve Q14?Consider the real valued function f x = ax^2 + bx + c )( defined on [1, 2].Then it is
always possible to get a k∈ )2,1( such that
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Re: ISI 2015 PEA Answer Key

Janbaz Ahmed Khan
Dear the answer i got for q14 is (a,b,c)



On 19 Apr 2017 11:28 am, "[hidden email] [via Discussion forum]" <[hidden email]> wrote:
how to solve Q14?Consider the real valued function f x = ax^2 + bx + c )( defined on [1, 2].Then it is
always possible to get a k∈ )2,1( such that



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Re: ISI 2015 PEA Answer Key

June
In reply to this post by Amit Goyal
Sir can you please provide us with  2017 sample paper answer key
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Re: ISI 2015 PEA Answer Key

Shanky
In reply to this post by Amit Goyal
can anyone explain PEA  Qno. 2?
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